activity
20042026
most citedEnd-to-End Photo-Sketch Generation via Fully Convolutional Representation Learning

159 citations · 219 across the 33 of their papers we have counts for

collaborators

39 papers

math.CO2026

Lascoux series, parking functions and noncrossing partitions

Alice L. L. Gao, Xin-Bei Liu, Arthur L. B. Yang +1

In the study of the generating series of Demazure characters, Lascoux used isobaric divided differences to define a family of polynomials indexed by permutations…

math.CO2023

Induced log-concavity of equivariant matroid invariants

Alice L. L. Gao, Ethan Y. H. Li, Matthew H. Y. Xie +2

Inspired by the notion of equivariant log-concavity, we introduce the concept of induced log-concavity for a sequence of representations of a finite group. For an equivariant matro…

math.RT2022

Revisiting Jacobi-Trudi identities via the BGG category

Tao Gui, Arthur L. B. Yang

By interpreting Kostka numbers as tensor product multiplicities in the BGG category O for the special linear Lie algebras, we provide a new proof of the classical Jacobi--Trudi ide…

math.CO2021

A planar network proof for Hankel total positivity of type Narayana polynomials

Ethan Y. H. Li, Grace M. X. Li, Arthur L. B. Yang +1

The Hankel matrix of type B Narayana polynomials was proved to be totally positive by Wang and Zhu, and independently by Sokal. Pan and Zeng raised the problem of giving a planar n…

math.CO2021

Immanant Positivity for Catalan-Stieltjes Matrices

Ethan Y. H. Li, Grace M. X. Li, Arthur L. B. Yang +1

In this paper we give some sufficient conditions for the nonnegativity of immanants of square submatrices of Catalan-Stieltjes matrices and their corresponding Hankel matrices. To…

math.CO2021

The equivariant inverse Kazhdan-Lusztig polynomials of uniform matroids

Alice L. L. Gao, Matthew H. Y. Xie, Arthur L. B. Yang

Motivated by the concepts of the inverse Kazhdan-Lusztig polynomial and the equivariant Kazhdan-Lusztig polynomial, Proudfoot defined the equivariant inverse Kazhdan-Lusztig polyno…